代码搜索：Constructing
找到约 784 项符合「Constructing」的源代码
代码结果 784
www.eeworm.com/read/237638/13940096
txt 12_1.txt
Constructing normally.
Constructing with a number: 20
Display a number: 1
Display a number: 20
Destructing.
Destructing.
www.eeworm.com/read/384020/8905257
txt p323.1.txt
程序运行结果:
Constructing normally.
Constructing with a number:20
Display a number:0
Display a number:20
Destructing.
Destructing.
www.eeworm.com/read/327948/13054094
m lseq.m
%constructing linear sequence, feedback polynomial and initial vector given;
function d=lseq(f,din); %primitive polynomial and initial state are input variables;
n=length(f)-1; N=2^n-1; %length of s
www.eeworm.com/read/218391/14922948
m lseq.m
%constructing linear sequence, feedback polynomial and initial vector given;
function d=lseq(f,din); %primitive polynomial and initial state are input variables;
n=length(f)-1; N=2^n-1; %length of s
www.eeworm.com/read/216268/15021387
m lseq.m
%constructing linear sequence, feedback polynomial and initial vector given;
function d=lseq(f,din); %primitive polynomial and initial state are input variables;
n=length(f)-1; N=2^n-1; %length of s
www.eeworm.com/read/289593/8540698
todo
EnderUNIX Aget v0.4 TODO:
-------------------------
-> HTTP Proxy support
-> Constructing libaget.so/libaget.a for IstanbulX project of acikkod.org
-> Thread exit status evaluation:
If one of the
www.eeworm.com/read/432045/8635920
cpp ch12_14.cpp
//***********************
//** ch12_14.cpp **
//***********************
#include
#include
class SmallOne{
public:
SmallOne(int sma)
{
cout
www.eeworm.com/read/427909/8913149
m mkpolyfvec.m
function p = mkPolyFvec(x)
% MKPOLYFVEC Make feature vector by constructing 2nd order polynomial from input data
% function p = mkPolyFvec(x)
%
% x(:,i) for example i
% p(:,i) = [x(1,i) x(2,i) x(
www.eeworm.com/read/186071/8962630
cpp ch12_14.cpp
//***********************
//** ch12_14.cpp **
//***********************
#include
#include
class SmallOne{
public:
SmallOne(int sma)
{
cout
www.eeworm.com/read/373249/9467948
m mkpolyfvec.m
function p = mkPolyFvec(x)
% MKPOLYFVEC Make feature vector by constructing 2nd order polynomial from input data
% function p = mkPolyFvec(x)
%
% x(:,i) for example i
% p(:,i) = [x(1,i) x(2,i) x(